Our Year 11 Mathematics Extension 1 tutoring program begins at the beginning of Term 1 of each year and runs up to the end of Term 3, with the Year 12 HSC Mathematics Extension 1 program commencing in Term 4.
Year 11 Mathematics Extension 1
Year 11 Mathematics Extension 1 Course Overview
Our year 11 Maths tutoring program does not have any assumed knowledge requirement other than completion of year 10 mathematics (5.3 stream) at school. The program comprehensively covers all topics and outcomes in the NSW BOSTES Syllabus – ‘2 unit’ and ‘3 unit’ component of Mathematics so year 11 Maths Extension 1 students do not need to separately enrol in our Mathematics (2 unit) program.
This course is ideal for:
- Students who are intending to or are doing Year 11 Maths Extension 1
- Year 11 students who are looking for a strong and well-based start towards their HSC Mathematics Extension 1 preparation
- Students who were in the Year 10 Maths tutoring program
2 hour weekly lessons + 1 hour weekly Workshop Tutorial
Tutoring course materials (concept explanations, summaries, study notes, example questions, worked solutions and exam-style homework) are provided each week in the form of a theory and homework booklet
Tutoring homework is expected to be completed and will be fully marked each week, with comments detailing every point of improvement
Free ongoing Workshop Tutorial support
Free online homework help
Topic Tests administered at the end of each major topic, with marks and vital statistics reported in the End of Term report
Online access to our repository of maths resources, exam papers with solutions and course summaries
Course structure
2 hour Lesson
+
1 hour Workshop
Per week
|
ParramattaLessons Fridays 7:15pm – 9:15pm Saturdays 11:00am – 1:00pm Sundays 2:00pm – 4:00pm Sundays 4:00pm – 6:00pm
Workshop Tutorials Saturdays 1:00pm – 2:00pm Sundays 1:00pm – 2:00pm |
Bondi JunctionLessons Sundays 11:00pm – 1:00pm Workshop Tutorials Sundays 1:00pm – 2:00pm |
Topics Scheduled
Our schedule of topics may vary as we may modify our course year to year for continual improvement – below is a representation based on past years.
Term 1
January – March
W1 Sequences and Series
W2 Sequences and Series
W3 Applications of Sequences and Series
W4 Module Assessment and Revision
W5 Trigonometric Ratios
W6 Trigonometry Functions
W7 3-D Trigonometry
W8 Quadratic Functions
W9 Cubic Functions
W10 Further Functions
Term 2
April – June
W1 Logarithmic and Exponential Functions
W2 Graphing Techniques I
W3 Graphing Techniques II
W4 Introductory Differentiation I
W5 Introductory Differentiation II
W6 Geometrical Applications of Calculus
W7 Geometrical Applications of Calculus
W8 Module Assessment
W9 Probability and Conditional Probability
W10 Discrete Probability Distributions
W11 Integration
Term 3
July – September
W1 Integration
W2 Integration
W3 Calculus of Logarithmic and Exponential Functions I
W4 Calculus of Logarithmic and Exponential Functions II
W5 Calculus of Trigonometric Functions I
W6 Calculus of Trigonometric Functions II
W7 Rates of Change
W8 Exponential Growth and Decay
W9 Motion
W10 Descriptive Statistics
W11 Bi-variate Data Analysis